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There are \(c\) chocolate chip cookies and \(r\) oatmeal raisin cookies in a jar. If there are no other cookies in the jar, is the probability of randomly selecting an oatmeal raisin cookie greater than the probability of selecting a chocolate chip cookie?
1. \(\dfrac{(r^2-rc)}{(r^2-c^2)} > \dfrac{c(r+c)}{(r+c)^2}\)
2. If \(p\) peanut butter cookies were added to the jar then \(\dfrac{r}{(r+c+p)} > \dfrac{c}{(r+c+p)} \)
OA D
1. \(\dfrac{(r^2-rc)}{(r^2-c^2)} > \dfrac{c(r+c)}{(r+c)^2}\)
2. If \(p\) peanut butter cookies were added to the jar then \(\dfrac{r}{(r+c+p)} > \dfrac{c}{(r+c+p)} \)
OA D
